Results 151 to 160 of about 643,547 (199)

Statistical Physics Problems in Adaptive Resolution Computer Simulations of Complex Fluids

Journal of Statistical Physics, 2011
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Praprotnik, M., Poblete, S., Kremer, K.
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A computer problem in statistical thermodynamics

Journal of Chemical Education, 1974
A computer can be a powerful teaching tool because statistical thermodynamic results can be "derived" in what a student perceives as a more direct manner as opposed to derivations involving mathematical techniques of which she or he is at best only dimly familiar.
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Task Variables in Statistical Problem Solving Using Computers

1992
In this work an analysis of some task variables of statistical problems which can be proposed to the students to be solved on the computer, are presented. The objective of this didactical — mathematical analysis is to provide criteria of selection of the said problems, directed to guiding the student's learning towards the adequate meanings of the ...
J. Díaz Godino, M.C. Batanero Bernabeu, A. Estepa Castro   +2 more
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Applications of computer simulation in statistical optimization problems

2011 International Conference on Multimedia Technology, 2011
Optimization problems exist in many areas of statistics, and such problems are very difficult to get the exact solution by mathematical or statistical theory. In such situations, computer simulation is a feasible way. In this paper, some examples are presented to show how to use computer simulation in optimization problems in areas of parameter ...
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Algorithmic complexity: threeNP- hard problems in computational statistics

Journal of Statistical Computation and Simulation, 1982
A theory of algorithmic complexity from computer science allows one to examine the properties of algorithms for the solution of computational problems and, in particular, the relationship between the size of an instance of the generic problem and the time required for computation The theory identifies certain problems as n p- complete or n p-hard, two ...
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Computer simulation of diffusion processes in microelectronics: approach to the solution of statistical problems

SPIE Proceedings, 1999
Many-dimensional technology simulation in microelectronics is the extremely actual problem. Here it is important to know how random fluctuations of the technological parameters affect on the impurity concentration profiles. We used the pattern recognition method as one of the effective tool for the solution of this problem. Expert analysis system as an
Vladislav V. Nelayev, Maxim V. Kazitov, Sergey I. Vatlin, Aljvina M. Voronkovskaya, Antonina M. Semenkova   +4 more
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Dynamic Programming Algorithms for Two Statistical Problems in Computational Biology

2003
We present dynamic programming algorithms for two exact statistical tests that frequently arise in computational biology. The first test concerns the decision whether an observed sequence stems from a given profile (also known as position specific score matrix or position weight matrix), or from an assumed background distribution.
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Problems of robust estimation in statistical models of daily traffic flow In the main channels of computer networks

Journal of Mathematical Sciences, 2005
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Makarov, A. A., Simonova, G. I.
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Guest Editors' introduction to the special section on statistical and computational issues in inverse problems

Inverse Problems, 2008
In the words of D D Jackson, the data of real-world inverse problems tend to be inaccurate, insufficient and inconsistent (1972 Geophys. J. R. Astron. Soc. 28 97‐110). In view of these features, the characterization of solution uncertainty is an essential aspect of the study of inverse problems.
L Tenorio, E Haber, W W Symes, P B Stark, D Cox, O Ghattas   +5 more
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Computation of functional integrals in problems of quantum and statistical physics

Computer Physics Communications, 1999
Abstract A method for computation of characteristics in quantum and statistical physics is described. This method is based on the representation of the matrix element of the evolution operator in Euclidean metrics in the form of a functional integral with a certain measure in the corresponding space and on the use of approximation formulas which we ...
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